Rule 1: The negative exponent rule states that for each number ‘a’ with the negative exponent -n, take the reciprocal of the base and multiply it according to the value of the exponent: a (-n)=1/a n=1/a×1/a×….n times.The following are the basic rules for solving negative exponents. The process of simplification is made easier by a set of rules or laws for negative exponents. Negative exponent rule: To turn a negative exponent into a positive one, flip it into a reciprocal.Zero power rule: Increase any base to the power of 0 to make it one.Power of a quotient rule: Assign power to each base when multiplying several variables.Power of a product rule: Distribute power to each base when multiplying several variables.
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